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Ìèíýêîíîìðàçâèòèÿ ïîääåðæàë ìèíèñòåðñòâî ðåãèîíàëüíîãî ðàçâèòèÿ ÐÔ â âîïðîñå î . Ôåäåðàëüíàÿ ñëóæáà ñòðàõîâîãî íàäçîðà îïóáëèêîâàëà èíôîðìàöèîííîå ñîîáùåíèå, â . Â ýïîõó âñåîáùåé êîìïüþòåðèçàöèè Èíòåðíåò ñòàíîâèòñÿ îäíèì èç êàíàëîâ ïðîäàæ â . Ñòðàõîâûå êîìïàíèè çàòîïèëè ñóäû èñêàìè, ïûòàÿñü âçûñêàòü äðóã ñ äðóãà äîëãè ïî .
THE CENTER FOR SOFT MATTER RESEARCH. Tensor Numerical Methods for Multi-Dimensionaal PDEs. Khoromskij, Max-Planck-Institute for Mathematics in the Sciences. Steepest Descent and Newton Algorithms on Orthogonal Stiefel Manifolds. Iosif-Petru Birtea, West University of Timisoara. Morawetz Estimate for Linearized Gravity in the Schwarzschild Spacetime. Jinhua Wang, Xiamen University.
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